Comment on studying the corrections to factorization in B → D ( ∗ ) X
نویسندگان
چکیده
We propose studying the mechanism of factorization in exclusive decays of the form B → D(∗)X by examining the differential decay rate as a function of the invariant mass of the light hadronic state X. If factorization works primarily due to the large Nc limit then its accuracy is not expected to decrease as the X invariant mass increases. However, if factorization is mostly a consequence of perturbative QCD then the corrections should grow with the X invariant mass. Combining data for hadronic tau decays and semileptonic B decays allows tests of factorization to be made for a variety of final states. We discuss the examples of B → D∗π+π−π−π0 and B → Dωπ. The mode B → Dωπ will allow a precision study of the dependence of the corrections to factorization on the invariant mass of the light hadronic state.
منابع مشابه
Comment on studying the corrections to factorization in B →
We propose studying the mechanism of factorization in exclusive decays of the form B → D(∗)X by examining the differential decay rate as a function of the invariant mass of the light hadronic state X. If factorization works primarily due to the large Nc limit then its accuracy is not expected to decrease as the X invariant mass increases. However, if factorization is mostly a consequence of per...
متن کامل$n$-factorization Property of Bilinear Mappings
In this paper, we define a new concept of factorization for a bounded bilinear mapping $f:Xtimes Yto Z$, depended on a natural number $n$ and a cardinal number $kappa$; which is called $n$-factorization property of level $kappa$. Then we study the relation between $n$-factorization property of level $kappa$ for $X^*$ with respect to $f$ and automatically boundedness and $w^*$-$w^*$-continuity...
متن کاملOn semi weak factorization structures
In this article the notions of semi weak orthogonality and semi weak factorization structure in a category $mathcal X$ are introduced. Then the relationship between semi weak factorization structures and quasi right (left) and weak factorization structures is given. The main result is a characterization of semi weak orthogonality, factorization of morphisms, and semi weak factorization structur...
متن کاملar X iv : h ep - p h / 01 04 01 8 v 1 2 A pr 2 00 1 PENGUIN CONTRACTIONS AND FACTORIZATION IN B → Kπ DECAYS
We study Λ QCD /m B corrections to factorization in B → Kπ decays. First, we analyze these decay channels within factorization, showing that, irrespectively of the value of γ, it is not possible to reproduce the experimental data. Then, we discuss Λ QCD /m B corrections to these processes, and argue that there is a class of doubly Cabibbo enhanced non-factorizable contributions, usually called ...
متن کاملPower corrections to B̄ → X u l ν̄ ( X s γ ) decay spectra in the “ shape - function ” region
Power corrections to ¯ B → X u ℓ¯ ν (X s γ) decay spectra in the " shape-function " region Abstract Using soft-collinear effective theory (SCET), we examine the 1/m b corrections to the factorization formulas for inclusive semi-leptonic B decays in the endpoint region, where the hadronic final state consists of a single jet. At tree level, we find a new contribution from four-quark operators th...
متن کامل